If ∠LKJ and ∠GHI are complementary angles, what is the angle measure of ∠GHI?

If ∠LKJ and ∠GHI are complementary angles, their measures must add up to 90°. So, the angle measure of ∠GHI is 90° - ∠LKJ.

We don't know the measure of ∠LKJ from the given information, so we cannot determine the angle measure of ∠GHI.

Therefore, none of the given options (56°, 146°, 124°, or 66°) are correct.

it has just chose the best one you think

If ∠LKJ and ∠GHI are complementary angles, their measures must add up to 90°. Therefore, the angle measure of ∠GHI is 90° - ∠LKJ.

Without knowing the measure of ∠LKJ, we cannot determine the exact angle measure of ∠GHI.

Given the options provided (56°, 146°, 124°, or 66°), the best choice would be 124°, as it is the closest to a complementary angle, which is 90°. However, it is important to note that we cannot determine the exact angle measure without more information.

∠LKJ is 34 degrees

If ∠LKJ is 34 degrees, then the angle measure of ∠GHI would be 90° - 34° = 56°. Therefore, the correct option would be 56°.

A figure displays two complementary nonadjacent angles. If one angle measure is 79°, what is the other angle measure?(1 point)

Responses

11°
11 degrees

21°
21 degrees

121°
121 degrees

101°
101 degrees

If one angle measure is 79° and the angles are complementary, then the other angle measure can be found by subtracting 79° from 90°, which is the sum of complementary angles.

Therefore, the other angle measure is 90° - 79° = 11°.

The correct response is 11°.